In: Finance
In response to complaints about high prices, a grocery chain runs the following advertising campaign: “If you pay your child $1 to go buy $31 worth of groceries, then your child makes about twice as much on the trip as we do.” You’ve collected the following information from the grocery chain’s financial statements: (millions) Sales $ 772.00 Net income 12.35 Total assets 365.00 Total debt 157.00
What is the child’s profit margin? (Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.)
What is the store’s profit margin? (Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.)
What is the store's ROE? (Do not round intermediate
calculations and enter your answer as a percent rounded to 2
decimal places, e.g., 32.16.)
Given Information | Amt in Million | ||||
Sales | $ 772.00 | ||||
Net Income | $ 12.35 | ||||
Total Assets | $ 365.00 | ||||
Total Debts | $ 157.00 | ||||
Child Profit Margin=Net Income/Sales | |||||
Net Income | $ 1.00 | ||||
Sales | $ 31.00 | ||||
Child Profit Margin=($1/$31) | 3.23% | ||||
Store Profit Margin=Net Income/Sales | |||||
Net Income | $ 12.35 | ||||
Sales | $ 772.00 | ||||
Store Profit Margin=($12.35/772) | 1.60% | ||||
ROE=Net Income/Total Equity | |||||
Total Equity=Total Assets-Total Debt | |||||
Net Income= | $ 12.35 | ||||
Total Equity=($365-$157) | $ 208.00 | ||||
ROE=($12.35/$208) | 5.94% | ||||